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MIT OpenCourseWareMIT 18.01 Single Variable Calculus, Fall 2007 (2007)

something has gone horribly wrong 8-p
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Instructor: Prof. David Jerison

This introductory calculus course covers differentiation and integration of functions of one variable, with applications.

Note: the review for the exam in lecture 7 is not comprehensive because the students already have practice exams available to them. There is no lecture 8 video because the exam was given during this session.

View the complete course at: http://ocw.mit.edu/18-01F06

License: Creative Commons BY-NC-SA
More information at http://ocw.mit.edu/terms
More courses at http://ocw.mit.edu


This movie is part of the collection: MIT OpenCourseWare

Producer: MIT OpenCourseWare
Audio/Visual: sound, color
Language: English
Keywords: differentiation; integration; functions; single variable; limits; continuity; differentiation rules; extremum problems; definite; indefinite; fundamental theorem of calculus; elementary; techniques of integration; approximation of definite integrals; improper integrals; l'Hôpital's rule

Creative Commons license: Attribution-Noncommercial-Share Alike 3.0


Individual Files

Movie Files MPEG4 Ogg Video
Lecture 01: Derivatives, slope, velocity, rate of change 112.0 MB 
212.6 MB 
Lecture 02: Limits, continuity; Trigonometric limits 114.9 MB 
212.5 MB 
Lecture 03: Derivatives of products, quotients, sine, cosine 108.5 MB 
199.1 MB 
Lecture 04: Chain rule; Higher derivatives 100.4 MB 
158.4 MB 
Lecture 05: Implicit differentiation, inverses 106.8 MB 
196.1 MB 
Lecture 06: Exponential and log; Logarithmic differentiation; hyperbolic functions 104.4 MB 
186.9 MB 
Lecture 07: Hyperbolic functions and exam 1 review 111.1 MB 
195.2 MB 
Lecture 09: Linear and quadratic approximations 101.4 MB 
190.6 MB 
Lecture 10: Curve sketching 112.3 MB 
215.1 MB 
Lecture 11: Max-min problems 108.9 MB 
176.2 MB 
Lecture 12: Related rates 108.3 MB 
207.4 MB 
Lecture 13: Newton's method and other applications 116.1 MB 
221.0 MB 
Lecture 14: Mean value theorem; Inequalities 108.1 MB 
205.4 MB 
Lecture 15: Differentials, antiderivatives 106.4 MB 
201.0 MB 
Lecture 16: Differential equations, separation of variables 98.8 MB 
187.7 MB 
Lecture 18: Definite integrals 102.7 MB 
195.1 MB 
Lecture 19: First fundamental theorem of calculus 104.8 MB 
200.8 MB 
Lecture 20: Second fundamental theorem 107.7 MB 
204.2 MB 
Lecture 21: Applications to logarithms and geometry 109.5 MB 
206.0 MB 
Lecture 22: Volumes by disks and shells 108.6 MB 
206.0 MB 
Lecture 23: Work, average value, probability 105.7 MB 
200.9 MB 
Lecture 24: Numerical integration 109.8 MB 
209.5 MB 
Lecture 25: Exam 3 review 107.5 MB 
199.6 MB 
Lecture 27: Trigonometric integrals and substitution 101.7 MB 
192.3 MB 
Lecture 28: Integration by inverse substitution; completing the square 105.4 MB 
200.0 MB 
Lecture 29: Partial fractions 105.7 MB 
201.7 MB 
Lecture 30: Integration by parts, reduction formulae 111.8 MB 
211.8 MB 
Lecture 31: Parametric equations, arclength, surface area 98.7 MB 
188.8 MB 
Lecture 32: Polar coordinates; area in polar coordinates 107.3 MB 
205.0 MB 
Lecture 33: Exam 4 review 106.9 MB 
199.0 MB 
Lecture 35: Indeterminate forms - L'Hôspital's rule 105.9 MB 
198.2 MB 
Lecture 36: Improper integrals 107.7 MB 
200.5 MB 
Lecture 37: Infinite series and convergence tests 109.2 MB 
209.2 MB 
Lecture 38: Taylor's series 103.4 MB 
194.2 MB 
Lecture 39: Final review 85.4 MB 
156.8 MB 
Image Files Thumbnail Animated GIF
Lecture 01: Derivatives, slope, velocity, rate of change 4.0 KB 
410.4 KB 
Lecture 02: Limits, continuity; Trigonometric limits 4.3 KB 
410.9 KB 
Lecture 03: Derivatives of products, quotients, sine, cosine 4.6 KB 
416.7 KB 
Lecture 04: Chain rule; Higher derivatives 4.7 KB 
410.6 KB 
Lecture 05: Implicit differentiation, inverses 5.3 KB 
425.0 KB 
Lecture 06: Exponential and log; Logarithmic differentiation; hyperbolic functions 6.0 KB 
403.5 KB 
Lecture 07: Hyperbolic functions and exam 1 review 4.7 KB 
402.7 KB 
Lecture 09: Linear and quadratic approximations 6.2 KB 
403.1 KB 
Lecture 10: Curve sketching 4.1 KB 
434.3 KB 
Lecture 11: Max-min problems 4.8 KB 
410.0 KB 
Lecture 12: Related rates 5.0 KB 
426.9 KB 
Lecture 13: Newton's method and other applications 6.4 KB 
409.9 KB 
Lecture 14: Mean value theorem; Inequalities 4.8 KB 
408.5 KB 
Lecture 15: Differentials, antiderivatives 4.5 KB 
406.1 KB 
Lecture 16: Differential equations, separation of variables 4.9 KB 
407.4 KB 
Lecture 18: Definite integrals 6.4 KB 
432.1 KB 
Lecture 19: First fundamental theorem of calculus 5.8 KB 
415.5 KB 
Lecture 20: Second fundamental theorem 6.3 KB 
420.2 KB 
Lecture 21: Applications to logarithms and geometry 5.9 KB 
404.5 KB 
Lecture 22: Volumes by disks and shells 5.3 KB 
395.6 KB 
Lecture 23: Work, average value, probability 4.7 KB 
399.9 KB 
Lecture 24: Numerical integration 5.5 KB 
417.0 KB 
Lecture 25: Exam 3 review 4.6 KB 
410.5 KB 
Lecture 27: Trigonometric integrals and substitution 5.2 KB 
399.9 KB 
Lecture 28: Integration by inverse substitution; completing the square 5.5 KB 
404.0 KB 
Lecture 29: Partial fractions 5.0 KB 
405.0 KB 
Lecture 30: Integration by parts, reduction formulae 5.1 KB 
417.1 KB 
Lecture 31: Parametric equations, arclength, surface area 4.8 KB 
406.1 KB 
Lecture 32: Polar coordinates; area in polar coordinates 4.6 KB 
412.7 KB 
Lecture 33: Exam 4 review 5.0 KB 
410.5 KB 
Lecture 35: Indeterminate forms - L'Hôspital's rule 6.3 KB 
407.5 KB 
Lecture 36: Improper integrals 4.7 KB 
417.6 KB 
Lecture 37: Infinite series and convergence tests 4.8 KB 
439.1 KB 
Lecture 38: Taylor's series 4.7 KB 
419.6 KB 
Lecture 39: Final review 5.1 KB 
374.2 KB 
Information FormatSize
MIT18.01JF07_files.xml Metadata [file] 
MIT18.01JF07_meta.xml Metadata 1.7 KB 
MIT18.01JF07_reviews.xml Metadata 4.2 KB 
Other Files Archive BitTorrent
MIT18.01JF07_archive.torrent 80.0 KB 

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Downloaded 206,385 times
Reviews
Average Rating: 4.80 out of 5 stars4.80 out of 5 stars4.80 out of 5 stars4.80 out of 5 stars4.80 out of 5 stars

Reviewer: malonph - 5.00 out of 5 stars5.00 out of 5 stars5.00 out of 5 stars5.00 out of 5 stars5.00 out of 5 stars - February 5, 2014
Subject: Subtitles
Inside OCW pages you can see videos which have subtitles.

Is there any way I can download videos and see them with subtitles?

The problem is that my english is not really good and I can't understand some words, so subtitles help me a lot.

Thank you.

Also a lot of thanks to the MIT for making those great videos, you can actually enjoy learning with them.

Reviewer: AskJer™ - 5.00 out of 5 stars5.00 out of 5 stars5.00 out of 5 stars5.00 out of 5 stars5.00 out of 5 stars - September 15, 2013
Subject: FULL OPEN COURSE & DOWNLOAD HELP
MIT OpenCourseWare - Complete course including homework, lecture notes, and teacher assistant extras, and exams with solutions provided at this link ...
http://ocw.mit.edu/courses/mathematics/18-01-single-variable-calculus-fall-2006/index.htm

TO DOWNLOAD VIDEO LECTURES FROM THIS SITE
[http://archive.org/details/MIT18.01JF07/]:

Right-Click on video links, then select "Save target as" or "Save link as"

Reviewer: theoddel - 5.00 out of 5 stars5.00 out of 5 stars5.00 out of 5 stars5.00 out of 5 stars5.00 out of 5 stars - September 4, 2013
Subject: @kubz and question regarding homework
> @kubz you can right-click in the highlighted with blue size area whether MPEG4 or Ogg format an click "save link as"

> Also does anybody know if there is any homework assignments for each lecture available? That would be great!

Reviewer: kubz - 5.00 out of 5 stars5.00 out of 5 stars5.00 out of 5 stars5.00 out of 5 stars5.00 out of 5 stars - August 12, 2013
Subject: How to download the video files?
How do I download the video files so that I can play them offline? When I click on the link for any of them, the video just starts playing, but there seems to be no way to download them.

Reviewer: Pdpinch - - February 6, 2013
Subject: Lecture 8 was an exam
Thanks for the stars!

As noted in the collection description at the top of the page, Lecture 8 was an exam and wasn't recorded.

Reviewer: kitoy - 4.00 out of 5 stars4.00 out of 5 stars4.00 out of 5 stars4.00 out of 5 stars - February 6, 2013
Subject: Missing file?
Where is Lecture 8?

Reviewer: Todd Carnes - - October 5, 2012
Subject: @Liam
Considering that the files have been downloaded over 140,000, I'd say it is pretty safe to say the problem's on your end and NOT at the internet archive.

Reviewer: liam.beistle@ttu.edu - - December 31, 2011
Subject: Great Value
I see great value here but my Win 7(64) has failed for two weeks to allow me to download the files completely. I have used IE9, Chrome, FireFox. The file downloads suspend, end, or complete with less than full file. I even logged in as a member and the problem persists. I am now looking at the archive as the problem not the implementation. I am hoping to find an ftp location to try Filezilla. And to download via a Fedora OS. For now, I have to rate this as no rating until it can be down loaded. I have Norton and have turned it both on and off. No joy here.